9- if you invest 400 every six month for 10 years with interest rate of 12% per year compounded monthly, then the accumulated value after 10 years equals to a. $14,957 b. $15.705 c. $15,331 d. $17,090 c. $20,000

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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9- if you invest 400 every six month for 10 years with interest rate of 12% per year compounded monthly,
then the accumulated value after 10 years equals to
a. $14,957
b. $15,705
c. $15,331
d. $17,090
c. $20,000
Consider the following figure to answer the following two questions:
10-The equation of the price is:
a. p=50-0.0016D
b. p=44-0.0044D
c. p=42-0.0074D
d. p=30-0.0036D
c.p=35-0.0025D
11-If the equation of the price is p=50-0.002D, and knowing
is 4000 units, then the variable cost per unit is
a. 34
b. 38
c. 18
d. 42
e. 30
$110.000
2. C₁=2000+5D
b. C₁7000+ SD
c. Cr 5000+2D
d. Cr=2000+6D
e. C1500+7D
Cost and Revenue
TR
CT
A₂
CF $70,000
Xxx Swinie
5000 Demand (Volume)
the demand that gives maximum profit
12- For a certain product, if each 1000 units consumes S5000 dollars of raw materials and a rental cost of
$2000 dollars is paid yearly. Then the total cost equation can be written as
Transcribed Image Text:9- if you invest 400 every six month for 10 years with interest rate of 12% per year compounded monthly, then the accumulated value after 10 years equals to a. $14,957 b. $15,705 c. $15,331 d. $17,090 c. $20,000 Consider the following figure to answer the following two questions: 10-The equation of the price is: a. p=50-0.0016D b. p=44-0.0044D c. p=42-0.0074D d. p=30-0.0036D c.p=35-0.0025D 11-If the equation of the price is p=50-0.002D, and knowing is 4000 units, then the variable cost per unit is a. 34 b. 38 c. 18 d. 42 e. 30 $110.000 2. C₁=2000+5D b. C₁7000+ SD c. Cr 5000+2D d. Cr=2000+6D e. C1500+7D Cost and Revenue TR CT A₂ CF $70,000 Xxx Swinie 5000 Demand (Volume) the demand that gives maximum profit 12- For a certain product, if each 1000 units consumes S5000 dollars of raw materials and a rental cost of $2000 dollars is paid yearly. Then the total cost equation can be written as
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